Learn how to graph the exponential function with reflection about y-axis

The video tutorial explains how to identify the A and K values in graph transformations. It covers the initial graph crossing at 1/3 and the effect of shifting the graph upward by 3 units, including the movement of the asymptote. The tutorial also discusses the reflection of the graph about the Y-axis and examines the domain and range, emphasizing the importance of understanding these concepts to avoid confusion.

What is the initial crossing point of the graph when A is 1/3?

• 1/2

• 1/3

• 1/4

• 1

What happens to the graph when it is moved up by 3 units?

• It shifts to the right by 3 units

• It shifts to the left by 3 units

• It moves down by 3 units

• It moves up by 3 units

Where is the new position of the asymptote after the graph is shifted up by 3 units?

• y = 3

• y = 0

• y = 1

• y = 2

How does multiplying by a negative inside the function affect the graph?

• Reflects about the X-axis

• Shifts down

• Reflects about the Y-axis

• Shifts up

What is the range of the graph after all transformations?

• From -3 to infinity

• From 0 to infinity

• From 1 to infinity

• From 3 to infinity